G=112.67+65.87e62.4 G=2.651558891 or 2.65 3. Determine the porosity of the soil in percent. n=e1+ex100=0.80141.8014x100=44.49% n=44.49% 4-7. Noted that the container is filled with water. Therefore Vv=Vw Total weight of soil mass (Wt): 0.0174g or 1.74x10^-5 kg Weight of sample (Ws): 0.014g or 1.4x10^-5 kg Weight of water (Ww) = Wt-Ws= 0.0034g or 3.4x10^-6kg x 9.81m/s^2 = 3.3354x10^-5 N or 3.3354x10^-8kN γ=WV VV=3.3354x10-8kN9.81kNm3 If Vv=Vw Vw=3.4x10-9m3 Total Volume
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the syringe. Weight of each 50ml beaker Materials 6 Syringes 1 Heating plate 6 distinctly labeled 50ml Beakers 1 Electric Balance 6 Stirring Rods Distilled Water 6 distinctly labeled 100ml Beaker Controlling the variables The mass of Potassium chloride and the volume of distilled water introduced into each beaker should be recorded in order to allow the experimenter to determine the molar concentration of Potassium chloride in water. Since the same amount of water and Potassium
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metals vertically. The lengths are measured by using a ruler with scales, while the mass attached to the spring can be read from the metal. For better accuracy, five masses are attached during this method. METHOD B The spring is hanged on an iron stand. Different masses, m, attached to the spring can be read from the metals and the time period, t, of the spring finishing one period of oscillation. Attach a mass to the spring and extend a short distance vertically. A stopwatch is used to measure
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All objects have inertia. e. A more massive object has more inertia than a less massive object. Answer: D&E d. True - Any object with mass has inertia. (Any object without mass is not an object, but something else like a wave.) e. True - Mass is a measure of an object's inertia. Objects with greater mass have a greater inertia; objects with less mass have less inertia. Section 5.1 1. Which of the following are never true of an object that is at equilibrium? Include all that apply. a. The
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Introduction Lever is a very simple device that can measure the mass of an object. In this experiment, we are going to make a lever that consists of ruler, 50 gram weight and string that could measure the mass of a battery. We will get the mass by using the formula of moment (moment = distance×force) and based on the data that we obtain from the experiment. Moment is a force that can make object turn around if there is a pivot, for example the see-saw. Objective * To understand the
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Associate Level Material Appendix D Goal Evaluation Matrix Choose five of the scenarios in Appendix C and evaluate the goals according to the SMART criteria. Provide support for your evaluation. | |S |M |A |R |T | |Goal setter and goal |Is the goal specific? |Is the goal measurable?
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Lab Investigation Purpose: This lab will verify how the centripetal force on a rotating body is affected by the following variables: frequency, speed, mass, and radius of a rotating object. Available Materials: ● 2 rubber stoppers ● 28 steel washers ● reinforced ceramic tube ● 1.5 m of thread or string ● metre stick ● stop watch [pic] Lab Procedure: Remember that a proper scientific method requires
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BILL OF LADING FOR OCEAN TRANSPORT OR MULTIMODAL TRANSPORT Shipper Booking No. SCAC Code: MCPU B/L No. MCC262203 REGWILL INDUSTRIES INC. R. CASTILLO ST., AGDAO, DAVAO CITY, PHILIPPINES TEL:63-82-300-0405 MCC262203 Export references Svc Contract 562376 Forwarder's name & address Consignee (negotiable only if consigned "to order", "to order of" a named Person or "to order of bearer") MADE OUT TO THE ORDER OF INDUSTRIAL BANK OF KOREA Onward inland routing (Not part of Carriage as
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foIntro to Linear Programming Motivation: A baker has 150 kg flour, 22 kg sugar, and 27.5 kg of butter to make the following two type of cakes: 1 dozen of this cake needs 3 kg flour 1 kg sugar 1 kg butter 1 dozen of this cake needs 6 kg flour 0.5 kg sugar 1 kg butter Profit from 1 dozen is $20 Profit from one dozen is $30 How many dozen from each cakes should the baker make to maximize his profit? Geometric solution: Geometric solution: The contour of z with the
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PROTEIN REQUIREMENT Step 1: Convert Body Weight in pounds to Body Weight in Kilograms. See Chart below or divide weight by 2.2. (150/2.2 = 68 kg) 130 Lbs. = 60 kg. Step 2: Multiply kg. X .8 g (sedentary requirement) Kg._60__ X .8 g = 48 grams of protein intake recommended daily ___48_ grams of protein x 4 = _192____calories of protein daily Step 3: Multiply___60_ kg. X 1 g(AVG) ___60__kg. X 1.0 = _____60__ grams of protein intake daily ___60___grams of protein x 4 =
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